Publication list.

Since my PhD I worked on a variety of different topics, using some very different techniques. Below you can find my papers grouped by thematic areas. All my preprints are available  on the arXiv.

(Pseudo) Anosov flows.

• Heegaard Floer theory and pseudo-Anosov flows II: Differential and Fried pants, with Chi Cheuk Tsang. 2025. Submitted.

• Heegaard Floer theory and pseudo-Anosov flows I: Generators and categorification of the zeta function,  with Chi Cheuk Tsang. 2025. Submitted.

• Gluing Ansov flows via convex surface theory, with Federico Salmoiraghi.

• Partial open book decompositions and Anosov flows, with Gordana Matić and Chi Cheuk Tsang. In preparation.

Contact topology.

• Brieskorn spheres and rational homology ball symplectic fillings, with Alberto Cavallo and Irena Matkovič, 2026. 

• Holomorphic curves in Stein domains and the tau-invariant, with Alberto Cavallo, 2023. Submitted. See Alberto's talk.

• Graph manifolds bounding Stein rational balls, and the twisting number of special knots, in collaboration with my PhD student Sarah Zampa.

Instanton Floer homology.

• Involutions and the Chern-Simons filtration in instanton Floer homology, with Irving Dai, Abhishek Mallick, Masaki Taniguchi. To appear in Journal of Differential Geometry.

• Instanton Floer homology of almost-rational plumbings, with John Baldwin, Irving Dai,  and  Steven Sivek, Geometry & Topology, 2021.  

Heegaard Floer homology.

• Is the geography of Heegaard Floer homology restricted or is the L-space conjecture false?, with Fraser Binns, 2024. Submitted.

• Deformations of lattice cohomology and the upsilon invariant, 2020.  Submitted.

• Connected Floer homology of covering involutions, with Sungkyung Kang and András Stipsicz,  Mathematische Annalen, 2019

• A note regarding L-space surgeries on chainmail links. In preparation.

Miscellaneous Topics.

• Research Report: some constructions in Polyhedral Symplectic Topology suggested by AI, with Connor Novak, 2026.

• Strongly invertible knots, invariant surfaces, and the Atiyah-Singer signature theorem, with Keegan Boyle, Michigan Math. Journal, 2021.

• Upsilon invariants from cyclic branched covers, joint with Daniele Celoria and  András Stipsicz, Studia Scientiarum Mathematicarum Hungarica, 2021.

• An introduction to knot Floer homology and curved bordered algebras,  with Jackson Van Dyke, Periodica Mathematica Hungarica, 2020.

• On sums of torus knots concordant to alternating knots, with Paolo Aceto, Bulletin of the London Mathematical Society,  2018.  

• Upsilon type concordance invariants, Algebraic & Geometric Topology, 2018.